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updated 1 month ago

Multidimensional matrix multiplication by Sandor Toth

The simple function performs fast matrix multiplication within multidimensional arrays. (matrix, multiplication, simple)

mmat(A,B,dim)

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updated 2 months ago

Graphical Calculator by shhebaz ghouri

addition,subtraction,plot,stem, permutation,combination. (addition, graphical, calculator)

calculator(varargin)

y=C(n,r);

y=P(n,r);

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updated 2 years ago

INT64 arithmetic in MATLAB by Petter

Enables int64 Addition, subtraction, multiplication, division and modulus. (bitshift, addition, absolute value)

example_int64

abs(a)

abs(a)

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updated almost 3 years ago

mmtimes: matrix chain product by Bruno Luong

Return matrix chain product P = M1*M2* ... *Mn (matrix product, multiplication, chain)

mmtimes(varargin)

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updated almost 3 years ago

Multiple matrix multiplications, with array expansion enabled by Paolo de Leva

Multiplying matrices, vectors, or scalars contained in two N-D arrays, with array expansion enabled. (arraylab, singleton expansion, vector)

arraylab13(a,b,d1,d2)

arraylab131(a,b,d1,d2)

arraylab132(a,b,d1,d2)

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updated 3 years ago

Sparse matrix multiplication by Roby

Memory-efficient multiplication of very large, sparse matrixes. (multiplication, sparse matrix)

sparseMatrixMultiplication (A, B, splitSize,altSplitSize)

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updated 4 years ago

n-Mode Tensor - Matrix Product by Fabian Schneiter

Calculates the n-mode product between a tensor and a matrix. (nmode, matrix, tensor)

nmodeproduct(A,M,n)

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updated 4 years ago

Binary array expansion function by Paolo de Leva

element-by-element binary operations (e.g. plus, times, eq, gt) with array expansion (AX) enabled. (array expansion, bsxfun, array)

baxfun(f, a, b, shiftA, shiftB)

testBAXFUN()

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updated 4 years ago

bsxfun substitute by Douglas Schwarz

Substitute for bsxfun for older versions of MATLAB in which it is not built-in. (bsxfun, array expansion, singleton)

bsxfun(op,x,y)

make_bsx_mex

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updated almost 8 years ago

Sparse Matrix Multiplication by Christian Walder

Allows you to specify the maximum number of nonzeros before multiplying sparse matrices. (linear algebra, multiplication, multiply)

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updated 9 years ago

FFT-based Convolution by Luigi Rosa

A fast 1D and 2D convolution. (convolution, fft, polynomial)

conv2fft(z1,z2,shape,shape2)

convfft(z1,z2)

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